Burgers material
A Burgers material is a
Johannes Martinus Burgers
.
Overview
Maxwell representation
Given that one Maxwell material has an elasticity and viscosity , and the other Maxwell material has an elasticity and viscosity , the Burgers model has the constitutive equation
where is the stress and is the strain.
Kelvin representation
Given that the Kelvin material has an elasticity and viscosity , the spring has an elasticity and the dashpot has a viscosity , the Burgers model has the constitutive equation
where is the stress and is the strain.[1]
Model characteristics
This model incorporates viscous flow into the standard linear solid model, giving a linearly increasing asymptote for strain under fixed loading conditions.
See also
References
- ISBN 9781895198331.